Entrovix AI

RD Calculator — Recurring Deposit Maturity

Recurring deposit maturity computed instalment by instalment, which is more accurate than applying an annuity formula to a quarterly rate.

Runs in your browser — nothing is uploaded

Your deposit
each month
% per year
At maturity

Maturity value

₹3,59,664

after 5 years

You deposit

₹3,00,000

Interest earned

₹59,664

Why use it

Built to be genuinely useful

Per-instalment accuracy

Each monthly deposit compounds for the time it is actually invested, not for an averaged term.

Quarterly compounding

The Indian bank convention, applied to each instalment's own holding period.

Full schedule

Month-by-month balance, exportable to a spreadsheet.

Free, no sign-up

No account, no usage cap, and no feature held back behind a paywall.

How it works

Three steps

  1. 1

    Enter your monthly deposit and the rate.

  2. 2

    Set the term in months.

  3. 3

    Read the maturity value, the total deposited and the interest earned.

Why the first instalment is worth far more than the last

In a five-year RD, the first deposit compounds for sixty months and the last for one. They are the same rupee amount and they do very different work, which is why an RD returns considerably less than an FD of the same total value.

Putting ₹5,000 a month away for five years deposits ₹3 lakh. A ₹3 lakh FD held for the full five years earns substantially more, because all of it was invested from day one. The RD is not worse — it matches how people actually save — but the comparison is worth understanding before treating the two as equivalent.

This calculator sums each instalment's own growth rather than applying an annuity formula to a quarterly rate, which is the more accurate approach and matches bank statements more closely.

Missed instalments

Banks typically charge a small penalty for a missed month and may close the account after several. The maturity figure assumes every instalment is paid on time; a missed month costs you both the deposit and everything it would have earned for the remaining term.

If your cash flow is uncertain, a lower monthly amount you can sustain generally beats a higher one you cannot.

FAQ

Questions people ask

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